1、

Edgar and Zhao Junfeng have established an ordering structure on Banach spaces in References [ 1-3 ].

Edgar和赵俊峰在参考文 [ 1—3 ] 中建立了Banach空间类上的一种序结构.

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2、

On a class of spectral measures in an Banach space

关于巴拿赫空间上的一类谱测度

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3、

New proofs of two basic theorems in Banach Space

对巴拿赫空间理论中两个定理的新证明

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4、

Theory about Strong Number Law of Mixed Sequence in Banach Space

Banach空间混合列强大数定律的收敛定理

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5、

The first order characteristic functions and some geometric properties in Banach Spaces

一阶特征函数与Banach空间的若干几何性质

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6、

Several Problems of Functional Extreme Value in Banach Space

Bαnαch空间中泛函极值的几个问题

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7、

On a modified Newton's method and convergence in Banach space

求解不可导方程的修正牛顿迭代及其在Banach空间中的收敛性

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8、

Some Stability Theorems of Continuous System in Banach Space

Banach空间中的连续时间稳定性的几个定理

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9、

Topological Isomorphism of Banach Spaces under GCH

在GCH之下Banach空间的拓扑同构

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10、

Geometric criteria for Banach space to be approximative compact has been given in this paper at first.

首先给出Banach空间为逼近紧的几何特征。

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11、

The extreme value of thh uniform degree of unit ball of Banach space

Banach空间单位球的均匀度的极端值

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12、

B-Valued Eventual Quasi-Martingales and Smoothness and UMD Properties of Banach Spaces

B值拟终鞅与Banach空间的光滑性和UMD性

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13、

B valued integrable adapted sequences and UMD properties of Banach spaces

B值适应可积序列与Banach空间的UMD性

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14、

The existence of balanced solution of this model has been transformed into mathematical problem to solve fixed point of an operator in Banach spaces.

将该类模型均衡解的存在性问题转化成Banach空间中一类算子的不动点的存在性,进而证明了在一定条件下多时滞动态投入产出系统均衡解的存在。

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15、

The quasi-convexity in Banach space

Banach空间的亚凸性

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16、

There exists a sequence in a ordered Banach space which is QW convergent but not weak convergent. The fixed point of Multiple valued increasing operator is obtained without the supposition of Continuity and Compactness ( in the sense of norm or weakness).

证明了有序Banach空间(E,P)肿,拟弱收敛(简称QW收敛),但不弱收敛序列的存在性,获得了集值增算子的不动点,推广了最近有关结果。

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17、

Approximative Compactness and Geometric Conditions for Continuity of Prediction Operator in Banach Spaces

Banach空间逼近紧性与预报算子连续性的几何条件

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